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文章摘要
基于DBSCAN聚类和数据筛选的系统谐波阻抗估算
Estimation of System Harmonic Impedance Based on DBSCAN Clustering and Data Filtering
Received:December 16, 2019  Revised:January 06, 2020
DOI:10.19753/j.issn1001-1390.2022.01.012
中文关键词: 谐波阻抗  DBSCAN聚类  数据筛选  稳健回归法
英文关键词: harmonic impedance  DBSCAN clustering  data filtering  robust regression method
基金项目:国网山西电力科学研究院资助项目(52053017000K)
Author NameAffiliationE-mail
Lei Da State Grid Shanxi Electric Power Research Institute ld682013@163.com 
Chang Xiao State Grid Shanxi Electric Power Research Institute 334690242@qq.com 
Liu Ziteng* State Key Laboratory of Alternate Electrical Power System with Renewable Energy Source,North China Electric Power University t627123563@163.com 
Zhao Jun State Grid Shanxi Electric Power Research Institute 18246153625@163.com 
Zhang Shifeng State Grid Shanxi Electric Power Research Institute yangylwhu@hotmail.com 
Xu Yonghai State Key Laboratory of Alternate Electrical Power System with Renewable Energy Source,North China Electric Power University yonghaixu@263.net 
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中文摘要:
      系统谐波阻抗是谐波发射水平估计和责任划分的关键参数,传统的估计方法通常适用于系统阻抗恒定和背景谐波电压波动较小的条件。然而运行方式改变、投切阻抗等因素会导致系统阻抗变化,谐振、谐波波动性等现象会导致背景谐波电压有较大范围波动。因此,本文提出一种基于DBSCAN聚类和数据筛选的系统谐波阻抗估算方法,当系统阻抗变化时,DBSCAN聚类能分离出不同阻抗值对应的数据簇;当背景谐波电压有波动时,数据筛选有利于保留背景谐波电压波动较小的数据段;最后对聚类和筛选后的数据利用稳健回归法计算系统谐波阻抗。仿真分析结果说明了所述方法能够较好的抑制系统阻抗变化和背景谐波电压波动带来的影响。
英文摘要:
      System harmonic impedance is the key parameter of harmonic emission level estimation and responsibility division. The traditional estimation method is usually suitable for the condition that the system impedance is constant and the background harmonic voltage fluctuation is small. However, changes in operation mode, switching impedance and other factors will lead to changes in system impedance, and resonance, fault and other phenomena will cause a large range of fluctuations in the background harmonic voltage. Therefore, a method for estimating system harmonic impedance based on DBSCAN clustering and data filtering is proposed in this method. When the system impedance changes, DBSCAN clustering can separate data clusters corresponding to different impedance values. When the background harmonic voltage has a large range of fluctuations, the data screening is beneficial to retain the data segment with small fluctuation of background harmonic voltage. Finally, robust regression method is used to calculate the harmonic impedance of the system. The simulation results show that the proposed method can suppress the influence of the system impedance change and the background harmonic voltage fluctuation.
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